Five students are sitting in a row. Akbar is to the left of the person sitting in the middle, but to the right of Sekar. Prakash is to the right of Deva, and Ram is to the right of Prakash. Ram is second from the person sitting in the middle. Who is the person sitting in the middle?
Deva
This question asks us to determine the seating order of five students based on a series of clues about their relative positions. By carefully analyzing each statement, we can deduce the arrangement and identify the person sitting in the middle.
Let's break down the information given in the puzzle:
Based on the clues, we can start placing students in the five positions:
Now let's use the clues involving Akbar and Sekar:
Combining all the deductions, the seating arrangement from left to right (Position 1 to Position 5) is:
| Position | Student |
|---|---|
| 1 | Sekar |
| 2 | Akbar |
| 3 | Deva |
| 4 | Prakash |
| 5 | Ram |
We can quickly verify this arrangement against all the original clues:
All clues are satisfied by this arrangement.
In our confirmed seating arrangement (Sekar, Akbar, Deva, Prakash, Ram), the person in Position 3 (the middle position) is Deva.
| Clue | Inference |
|---|---|
| Five students in a row | 5 positions: P1, P2, P3, P4, P5. P3 is middle. |
| Akbar left of middle | Akbar is in P1 or P2. |
| Akbar right of Sekar | Relative order: Sekar < Akbar. (Sekar in P1, Akbar in P2 possible) |
| Prakash right of Deva | Relative order: Deva < Prakash. |
| Ram right of Prakash | Relative order: Deva < Prakash < Ram. |
| Ram second from middle | Ram is in P1 or P5. Combined with Deva < Prakash < Ram, Ram is in P5. |
| Putting together Deva < Prakash < Ram with Ram in P5 | Deva is in P3, Prakash in P4, Ram in P5. |
| Remaining positions P1, P2 for Sekar & Akbar | Sekar in P1, Akbar in P2 (matches Sekar < Akbar). |
| Final Order (Left to Right) | Sekar, Akbar, Deva, Prakash, Ram |
| Middle Person (Position 3) | Deva |
Logic puzzles, like this student seating arrangement problem, test your ability to use deductive reasoning. Deductive reasoning involves taking general rules or premises and using them to reach a specific conclusion. In this puzzle, the clues are the premises, and the final seating arrangement is the conclusion.
Strategies for solving such puzzles often include:
Practice with different types of logic puzzles helps improve critical thinking and problem-solving skills.
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